Optically synthesized electric and magnetic fields for ultracold neutral atoms

Yu‐Ju Lin

Y.-J. Lin, R. L. Compton, Karina Jiménez-García +2 more

Shyamal Biswas, Avijit Ghosh, Soumyadeep Majumder

We have analytically explored the artificial magnetism for a 3D spin-polarized harmonically trapped ideal Fermi gas of electrically neutral particles exposed to a uniform synthetic magnetic field. Though polarization of the spin is necessary for trapping electrically neutral atoms in a magneto-optical trap, Pauli paramagnetism can not be studied for the spin-polarized Fermi system. However, it is possible to study Landau diamagnetism and de Haas-van Alphen effect for such a system. We have unified the artificial Landau diamagnetism and the artificial de Haas-van Alphen effect in a single framework for all temperatures as well as for all possible magnitudes of the synthetic magnetic field in the thermodynamic limit. Our prediction is testable in the present-day experimental setup for ultracold fermionic atoms in magneto-optical trap.

William D. Phillips, Y-J Lin, R. L. Compton +4 more

We use Raman coupling between magnetic sublevels of a 87 Rb BEC to create an effective vector gauge field for the neutral atoms. They behave as if they were charged particles in a magnetic vector potential. With appropriate spatial gradients and time derivatives of this vector potential we produce synthetic magnetic and electric fields for the atoms. This paper is a brief summary of the presentation made by the first author at ICAP 2010 in Cairns, Australia. It is not intended as a complete report on the research described, nor does it attempt to be a fully referenced documentation of that research and the relevant literature. Here, we provide references to the published work where a more complete description and more complete references to related literature may be found.

Jinlong Yu, Zhi-Fang Xu, Rong Lü +1 more

We propose a scheme to dynamically synthesize a space-periodic effective magnetic field for neutral atoms by time-periodic magnetic field pulses. When atomic spin adiabatically follows the direction of the effective magnetic field, an adiabatic scalar potential together with a geometric vector potential emerges for the atomic center-of-mass motion, due to the Berry phase effect. While atoms hop between honeycomb lattice sites formed by the minima of the adiabatic potential, complex Peierls phase factors in the hopping coefficients are induced by the vector potential, and these phase factors facilitate a topological Chern insulator. With further tuning of external parameters, both a topological phase transition and topological flat bands can be achieved, highlighting realistic prospects for studying strongly correlated phenomena in this system. Our Letter presents an alternative pathway towards creating and manipulating topological states of ultracold atoms by magnetic fields.